(See) A more efficient packing of the discs is obtained by dividing the metal sheet into hexagons and cutting the circular lids and bases from the hexagons
Question: A more efficient packing of the discs is obtained by dividing the metal sheet into hexagons and cutting the circular lids and bases from the hexagons (see the figure). Show that if this strategy is adopted, then
Deliverable: Word Document 
(See Steps) The values of h/r that we found in Problems 1 and
![[Solution Library] Plot (√[3]V)/(k) as a function](/images/solutions/MC-solution-library-57660.jpg "[Solution Library] Plot (√[3]V)/(k) as a function of x = h/r")
[Solution Library] Plot (√[3]V)/(k) as a function of x = h/r
(All Steps) Our analysis shows that large cans should be almost
Solution: Sketch the region bounded by the graphs of the algebraic
![[See Steps] Find the volume of the](/images/solutions/MC-solution-library-57663.jpg "[See Steps] Find the volume of the solid obtained by rotating")
[See Steps] Find the volume of the solid obtained by rotating
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